A stationary proton is moved from point A, where the potential is 450 V, to point B, where the potential is 125 V. (a) How much work is done by the electric force? (b) What is its speed at point B
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A stationary proton is moved from point A, where the potential is 450 V, to point B, where the potential is 125 V. (a) How much work is done by the electric force? (b) What is its speed at point B?
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- Four-point charges all with the same magnitude of charge (?0) are fixed in place. A point in space, labeled P, is a distance 2d from two of the charges and 3d from the others, as shown in the image below a) is the electric potential at point P positive, negative, or zero? Explain your reasoning qualitatively b) You place a negative charge −? at point P. When you do, does the total energy increase, decrease, or remain the same? If it does change, determine an expression for how much the energy changes. Show your work and explain your reasoningPlease answer fast A long cylindrical pipe of radius R is made of two thin, conducting “half pipes”, separated by a thin insulator. One is held at potential +V0 and the other is held at −V0. For the interior of the pipe, express the potential as a series and provide an integral expression for the coefficients in each series.Answer the following. Show your complete solution by identifying the givenvariables, unknown , formula , solution, and final answer. 1. A point particle of charge 2.5 nC and mass 3.25x10-3 kg is in a uniform electric field directed tothe right. It is released from rest and moves to the right. After it has traveled 12.0 cm, its speedis 25 m/s. Find the (a) work done on the particle, (b) change in the electric potential energy ofthe particle, and (c) magnitude of the electric field.
- Suppose we have a charge, q1=1 μC. This charge makes an electric field some distance r=73 cm away from it. Now suppose our measurement of q1 is only accurate to within 0.2 μC, and our measurement of r is only accurate to within 1.5 cm.a) If we were to calculate the electric field made by that charge at the indicated distance, what would be the uncertainty in our calculation due only to the uncertainty in the size of q1? For part a) I got 958 N/C which is wrong b) What is the uncertainty in our field calculation due only to the uncertainty in the charge separation r? For part b) I got 14.91 N/C which is wrong c) What is the total uncertainty in our electric field calculation due to the uncertainty in the size of q1 and the uncertainty in the charge separation r? My answer for part c) was 972 N/CPlease provide an adequate explanation.1. Are electric field vectors always perpendicular to equipotential lines? Why or why not?2. If we introduced a negative test charge into our disc-rod system, where do we expect the charge to go? Why?3. Suppose that we configured the system such that the rod has the higher potential than the disc:a. Which region(s) will have the strongest and weakest electric fields? Why?b. What will be the general direction of the electric field?A proton has an initial speed of 5.0×105 m/s. Please give a correct/clear explanation of all constants or values used to solve each part: a> What potential difference is required to bring the proton to rest? Express your answer using two significant figures. b>What potential difference is required to reduce the initial speed of the proton by a factor of 2? Express your answer using two significant figures. c>What potential difference is required to reduce the initial kinetic energy of the proton by a factor of 2? Express your answer using two significant figures.
- I have a parallel-plate capacitor consisting of two square plates 10cm on a side with a separation of 1mm. It is connected to a 6V battery and fully charged. Initially the space between the capacitor plates is empty. How much work would take to insert a slab of dielectric with K=3 that will fill the space between the plates? Show your work. E0 = 8.85x10^-12 F/mPart D. Integrate your expressions for dEx and dEy from θ=0 to θ=π. The results will be the x-component and y-component of the electric field at P. Express your answers separated by a comma in terms of some, all, or none of the variables Q and a and the constants k and π. Part E. Use your results from part D to find the magnitude and direction of the field at P. Part F. What would be the electric field at P if the semicircle were extended to a full circle centered at P?We have two uniformly charged parallel plates, as shown. Their widths are much larger than the separation between the plates. The magnitudes of the charges on each are equal. a, b, and c indicate the regions just above, in between, and just below the plates, respectively. Now let's suppose that the plates are squares with side length 2 cm, and that they have equal and opposite charges of magnitude 2.3 μC. What is the magnitude of the electric field in region b? For my answer I got 2.44*10-19 N/C which is way wrong
- Part b b. Suppose the particle passes through a small hole in the plane of charge (i.e., the particle does not collide with the plane, but passes straight through it). Sketch the path of the particle after it passes through the hole. I need just a draw diagram and show all workConsider the distribution of three charged particles as shown below. (a) What is the electric potential (voltage) at the point indicated with the dot (bottom right corner of the rectangle)? Express your answer in Volts. (b) If a proton were placed at the dot, and released from rest, what would be its speed very far away from these charges? Neglect air resistance and any gravitational forces.solve it correctly please. I will rate accordingly with multiple votes. A point charge of 5.8 μC is placed at the origin (x1 = 0) of a coordinate system, and another charge of –2.3 μC is placed on the x-axis at x2 = 0.21 m. A) Where on the x-axis can the third charge be placed in meters so that the net force on it is zero? B) What if both charges are positive, that is, what if the second charge is 2.3μC?